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Experimental investigation on the packed bed of rodlike particles

机译:棒状粒子堆积床的实验研究

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Rodlike particles have been usually found in industrial applications, such as the straw and needle catalyst in energy and chemical engineering. Compared to spherical particles, rodlike particles exhibit different behaviour in the packing structure due to their rotational movement. In this work, we have experimentally explored the packing structure and its friction factor for fluid flow. The porosity of packing structure generated by two packing methods is measured for four kinds of rodlike particles. The experimental results show that the porosity of bed of rodlike particles in the poured packing is not a monotonic function of the aspect ratio of particles. This is due to the competition between the "self-fitting" effect and excluded effect. The porosity of bed of rodlike particles is more sensitive to the packing method than that of spherical particles. To describe the pressure drop of fluid flow through the packing structure, the Ergun equation is further modified by introducing the modified Reynolds number and Galileo number. By combing the experimental data for packed bed generated by the fluidised packing method, and other experimental work in current literature, a new empirical equation is proposed to predict the friction factor of the packing structure of rodlike particles, in which the effects of the particle orientation and particle shape are both considered by the equivalent sphericity. These experimental results would be of interest from applied standpoints as well as revealing fundamental effects of the aspect ratio of rodlike particles on the packing structure. (C) 2019 The Society of Powder Technology Japan. Published by Elsevier B.V. and The Society of Powder Technology Japan. All rights reserved.
机译:棒状颗粒通常在工业应用中发现,例如在能量和化学工程中的秸秆和针催化剂。与球形颗粒相比,由于其旋转运动,棒状颗粒在包装结构中表现出不同的行为。在这项工作中,我们已经通过实验探索了包装结构及其摩擦因子进行流体流动。用两种填充方法产生的填充结构的孔隙率为四种棒状颗粒。实验结果表明,浇注填料中的杆状颗粒床的孔隙率不是颗粒纵横比的单调函数。这是由于“自我拟合”效应之间的竞争和排除效果。杆状颗粒床的孔隙率对填料方法比球形颗粒更敏感。为了描述通过包装结构的流体流动的压降,通过引入改进的雷诺数和伽利略数进一步修改ERGUN方程。通过梳理由流化包装方法产生的填充床的实验数据,以及当前文献中的其他实验工作,提出了一种新的经验方程来预测棒状颗粒的填充结构的摩擦因子,其中粒子取向的影响并且颗粒形状均考虑等同的球形。这些实验结果对应用的角度来说是感兴趣的,也是揭示杆状颗粒对包装结构上的纵横比的根本效果。 (c)2019年日本粉末技术学会。由elsevier b.v发表。和日本粉末科技会。版权所有。

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